


{"id":369284,"date":"2024-05-30T18:21:12","date_gmt":"2024-05-30T18:21:12","guid":{"rendered":"\/forum\/forums\/topic\/mesh-quality-limit\/"},"modified":"2024-05-30T18:21:12","modified_gmt":"2024-05-30T18:21:12","slug":"mesh-quality-limit","status":"closed","type":"topic","link":"https:\/\/innovationspace.ansys.com\/forum\/forums\/topic\/mesh-quality-limit\/","title":{"rendered":"mesh quality limit"},"content":{"rendered":"<p>Hi everyone,<\/p>\n<p>What is the limit of this mesh value of this scala and what is the meaning of this rates?&nbsp;&nbsp;<\/p>\n<p><img decoding=\"async\" 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\/>\n\t\t<meta property=\"article:published_time\" content=\"2024-05-30T18:21:12+00:00\" \/>\n\t\t<meta property=\"article:modified_time\" content=\"2024-05-30T18:21:12+00:00\" \/>\n\t\t<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n\t\t<meta name=\"twitter:title\" content=\"mesh quality limit | Ansys Learning Forum\" \/>\n\t\t<meta name=\"twitter:description\" content=\"Hi everyone,What is the limit of this mesh value of this scala and what is the meaning of this rates?\" \/>\n\t\t<meta name=\"twitter:image\" 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quality limit | Ansys Learning Forum","twitter:description":"Hi everyone,What is the limit of this mesh value of this scala and what is the meaning of this rates?","twitter:image":"https:\/\/innovationspace.ansys.com\/forum\/image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMMAAAEKCAYAAACv7+FiAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABVhSURBVHhe7Z1trGZVdcf30EQy02Bsh4CoUPhSSQvWJu0XSDoiaJpGRaG+jNaOCkJa5H1AKSB3EBWGeaEIWKADQxUHeR9E2gLDXNJIP9SkwaFNbULkgtYyMDIOVWKTavf\/PHs9d90965znvN3n7nPO\/3fzn7P32muv88zctc4++znPvbPslVf2\/colwOVbXg4tQpaGA8Jx6VlGUUurdIqBkCWGxUBIgMVASCCZYjBu4ShqquLKQEggnWKwSpWipqiEVgbj1VHUFMU9A0UFcc9ASIDFQEiAxUBIIJ1isG7iKGqK4gaaokSpfIR7Zuue0KrOX59\/VGg5d+7mH4TWiKKxMsj8OnNJt+CegZBA74pBrwS6TcgkBrkyoEi0NFXtpD8c8IY3HOSWQjHL\/A6mroTzrhvd12u72ABsksywyxhs1lgcO\/an+qVergzXnXdUpiKKfCbNJf1ksBtoudLrK74cAQtiePSuGHRC63ZZ6swh\/SCZYvC3bLUllOmfH5JdbpNEGJM2gN+kWFTP9CuPP06dvXtfDa0RV95R\/6EbIW2Qzm2SWaoUNT0NdgNNSAyLgZBALzbQFNWGuDIQEkioGKxaLa9N5x61QNqu\/VKV9dqbqIv\/BkutdIrBfn3l5bng+ufG0vYFfkugTeceadpFGNevfZJ\/KYHQ1v8ercTuqXibtMRsOmdUCJqsILydTJfebKBBGTuSDIpt1pjlm2eXfjyGNojtIhDbYns8L45vxQbaR44gb472HaJ6tTJs9N9IkQXsF\/qrLhT7xGN5vnl2YI2hLUdpt4nEheLXEyPnF3+ykF4Vg3yTi77RSBgraeI5bcSYFnmvZxJ4vXoe2kv1d0iBwe0Z8M0W1aWNGG0hCZzCa+k66ewZ\/E1bE+XF0Hbd1ortRX3d1ortuq\/bsdZ+ZXR11jb0YZe+ni9XcmusahuS88fnHKJ6tTJsOPvIsSzwzZ7kM4k6MfQci0kx9TjamkmxY6r6D4lkPsL9xa\/\/JLQIsBJ\/sZjmuVJmcHuGrsDknD4shgEjt0ssvBHJ3CZ96U7eJpGlhSsDIQEWAyGB3twmXfuZ+bcKL7ph4T1w0Zhg+WgbmDS37Hnz\/EHRGJg0N2+eYPlITDBpfp9JZmVY1lDgYv+NhPDNtcZAPFbkAyQmFM+B4CvjZc5b5C9zQGyH8uaiDQHtr5XnA5vEzHtNQ1FvbpPwjbRYH77ZoIlPHlVjFsXXcyzyxmAvmgfK+AyddIrBKtW6Albb6ls2EI5IUGjBeJ6A1bb6lg1Ydktggs183aBKf0Dq1QZ6\/Vk+cb0uvrGdKyDiiBC3iKrnjf2rzG\/774h4orbidpGEisEo1Yq6+Ma5TPimztuB9gO6b9mA7ufZRhqdD2g7sPux\/ygJ58b9EdJeKPtcIjDfXxhTBOb7cm77325Y6s0GWgtYbatv2YDu59lE4LM+kWJbXh9of7D+rN8aS\/oyrgXic+kxy64FqvSHpF7dJuVxTUgwHJFI0tZYPnnouUX+VkzLH30tscUUnctCzk\/K0ZtiwDdepBNG2kWJkeeTFzNG+wlF57X8y9JkrgVep45Z9PfsO8k8dLt62yuhRcjS0Ms9A0XV0SD2DISUgcVASIDFQEiAxUBIIJl3k9bfxXeTyNLClYGQAIuBkACLgZBAMsVgPQShqGmKKwMhgXSKwSpVipqiuDIQEmAxEBLgBpqigrgyEBJIqBisWqWo6SmdYrBfH0VNTbxNIiSQzKdWN969N7TS5KozjwitEZfd\/HxoLaTIr60xIONlXpf2iceLxoYGV4YKIFmKEkYSy\/KrO6aRcfGx5unkJtVgMZTASrCySVfkV3esCTruYp2jq7AYOgSS10pgbZcVogkST59rUr8PJFMM1n9SXVY3\/NVxtWXFiyXk9fPsQpMx6PJbnh8LIAnFHiNztATx13YdQ+xF59JFAJvM6YN6sTLs3fPD2moTSZgvnHFEJk3dsSLEF\/N1jElMOk\/euJwD6HZf6HwxPP3UPf7Pd3h9ooaOdE9+a7M\/tockppUsdcemiRTBUr+OpaDzxTC6uq\/yur2G1nhNJi95Qd5VtCip6o61gY5b9Rz672n9nbsON9AVQAIUJYGMi49OtrpjIG9cjkVzq6JjanT8PJ+uk8xDt8331nvo9uRDm\/2tzut9a2ZkqMSMW\/XefW7V+84P\/epc+ekj3OdvbZaAJA24MjSEhdAfWAyEBFgMhASSKYZlDdQEKx41THFlICSQTjFYpVpWTbDiUYMUV4YKrDv9iLHyyPPJs4PYXsWXtEdCxWCUaim1gRXXknNX\/O0L2XGUkAvHYcO4SHy0Hew\/V5jvxzEgHWf\/GFRTdX4D3QZW3FjrTj\/czfgkRBtHEPsAqy9HKJ4rcbVNzgOBSXaqHfE2iZAAi6FFcOWewZVeFK74eRT5FMUoE5tUJ51isNatMsp40mtrDYX\/Dd+KGwsU9b2yJN3iC0Lk+5k9tEVAfMfzgbRljooxtof52ka1o36sDMd4negLoqoOmR3NnwLj5EYBBGZO8wURJP0y6BikPZL51Or19\/80tKqxc\/smN\/vrr3dudY1PrW6bce\/42T53wskXBEM+V4REXecTEW0cY2K75Vd2rqDteT6kHbhnKIlOSI3uwwd9kZ4T24oo8tdjpF24MpRcGfKwEpZ0E64MDWAh9ItkisH61R1l1QQrXlldedsLpp3qprgyEBJgMRASYDEQEmAxEBJIZwNdU21gxaUGqFSeM9zwYL3nDE9s3+R2Lq\/\/nOGE1\/a5d5Z8znD5J+cfdH3h9v3fUtXjgvjlza1ij+Nbr4HUh7dJFclLTIAxLQG+2i5ztV36Gssu\/jJG2oPFUBJJXFAmEbV\/GbRv1XORduj8ngFqghXPEijqxwJWW\/flWMWOQoH0ONWOuDIsApf5ZL1KXdHRhk2kx6qAeSLEIe2SUDFYtVpSu550bsfW6tqNH+4x4pkCRX0tMN8fFcAPxxol8rJxWzRi\/\/kjdD\/PRjVROsVgv77JAgd7\/dQXRFU9G364x4obCxT1tUDJ\/lVbfYEEje1yFAHdz7NRjdSP26RVq5y7\/fbqWlPuPysRLvvEW8bHcfJGFI0VEc8rcy7SLp3fQLeBFTfWF0NCSpKKHX3tB3Qfwlz4idCH3bKJP4AdiD3Pn2pJqTx0u2n7vtCqxo4HN7knfu8g52ZqPHTzc9759KvuxPfX\/+GeS0Niku7Dd5MawELoFyyGBrAQ+kU6ewZ\/01ZLYX5dMN+MSw1OXBkICbAYCAmwGAgJsBgICSTznOFvHqr3nOHxBza5HQ2eM5z49KvupA+Ue85wyZrRQzDw5Tvy30my\/MragLYLk+aQ5qSzMvjdfG01wYqXJ8+X\/04lpeEDO3xElm0817OfzUv7QhlRHKDnUM3F26SSXPLno0QE4wSN0D5lKOObF7PKeUg5WAwtg+QVkW7BYlgEcNWGpCCkLdJXdcsm5NnJ4pBMMRi3cKXl5uacm52tLj\/PimcJFPXFdrVPXt3HEUkNuwh98bFsIqD74icCepxqpn6sDLOPOLfu7OrCvI4hxQORdkmnGKxSLSOw5kTndn6pujAPWHFjeT6Hq7Fv43j113wyFvhIf8ExthfYcs8RNGmcqq5knjPc\/PDCflkev3+je\/xtP3ZuZnWwVGBmmzvpe4e5k065MBiK+dzH3xxa\/gr9tR9lR9ikDSwfkDdX0L4gjguK\/ElzkimGW2oWw2MtFMO7ShaDxWd9gl7DxOwFfDepASyEfsFiaAALoV+wGAgJdP\/dJKgJVjxqkEqmGIzXVlpNsOJRwxRvkwgJJPPW6q3frv\/W6mPH1n9r9V27yr+1evGfzb\/Pv\/7r+2+e9TgQn9gOrLE8f30uGbPOT5rBlaEiRQkOMC4StE3bEUPb48IQCdo\/7\/ykPunsGfxNWx21gRU3FpLv2jt\/lLVxtOZZtlg6TuwvfTnGknlQng9VX1wZWuaij705U1PaikPKw2JoEVy5RVYiw4YxQfxEMiYxZDwmjkPaoR\/FMLfbudld1YV5S4gkdVHix5TxIfXoRzHM7nBu3aXVhXkdhKvC4pDOBrqBHP7PkZ015OdZ8SwBXJXRxnGDT8jYRwvovjUHFPVjW5nzUvWVzspgvbqyaoIVz9CGb4yuxmvlNiXYs75qizL\/YM8EdN8LPtYcy5bJo8fGdqoVJfPQbcvf13vo9uh9G92jx2xyrsbvEMOcdz9zgXv3qfV\/nmHtR0PCks7Dd5MawELoF53fM7SBFbeMNvpCsOxUN8WVgZBAQsVg1WpZNcGKRw1R3X83qQ2suNTgxNskQgKd30BDTbDiUcMUV4YKXLD6TWMVEfvoeXos7mvy7KBoHqkPi6Eim7b9V3askoiYo6URm46HtmUHegwi7cFiKIkkIShKQu1nUSZOnn1SbNKMdPYM\/qatjrKbvSZE8fKUuRb0Y7scYzWxAxSESPtRzcWVoUXO\/8ib3Oa78q\/c1jhsefPy7LBBGCft0Y9imPOarSHMa4m8xJ1EXmLnJXqdc5By9KIYDvGJfcy66sK8NkECi6TfBCb+dEnmI9xb\/\/F\/Qqsa\/3DvRvebv7vRra7xEe5tfs5P\/u1C98d\/Ovkj3JLYchWflKixz6Q5ejzPF3YwyY\/UI50NdAM1wYpn6TqVgEDs6Gs\/ESjqQ5grQnyxAz0mdv0a4jlUC0plZbjj0Zorwz0b3W80WBlewcrwwfo\/3HPeh31SfpNX5z7Ad5MawELoFyyGBrAQ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